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Analysis of Linear FM Signal Based on the STFT in the Filtering Viewpoint

机译:滤波视角下基于STFT的线性调频信号分析

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Analyzing signal with STFT in the angle of transformation is not able to achieve a fine resolution in both the time and frequency due to the restriction of the Heisenberg-Gabor inequality. However, little has been studied about the STFT in the filtering viewpoint, such as the influence of the length of the filter impulse response. This paper mainly studies the frequency estimation of linear frequency modulated (LFM) signal with the STFT in the filtering viewpoint. The length of the filter impulse response is observed in its impact on the variation of time-frequency distribution (TFD). Based on a series of experiments, it is proved that the longer impulse response does not always guarantee the better concentration in the TFD. To obtain the best TFD for the LFM signal processing, an optimal impulse response length needs to be determined beforehand.
机译:由于Heisenberg-Gabor不等式的限制,在变换角度上用STFT分析信号无法在时间和频率上都实现良好的分辨率。然而,从滤波的观点来看,关于STFT的研究很少,例如滤波器脉冲响应的长度的影响。本文主要从滤波的角度研究利用STFT进行的线性调频(LFM)信号的频率估计。观察到滤波器脉冲响应的长度对时频分布(TFD)变化的影响。通过一系列实验,证明更长的脉冲响应并不总是保证TFD中的浓度更高。为了获得用于LFM信号处理的最佳TFD,需要事先确定最佳脉冲响应长度。

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